Pages that link to "Item:Q2853625"

The following pages link to \({\mathcal {PT}}\) symmetric, Hermitian and \(\mathcal{P}\)-self-adjoint operators related to potentials in \({\mathcal {PT}}\) quantum mechanics (Q2853625):

Displaying 8 items.

• \(\mathcal{RT}\)-symmetric Laplace operators on star graphs: real spectrum and self-adjointness (Q277932) (← links)
• Self-adjoint oscillator operator from a modified factorization (Q434084) (← links)
• Operator-based approach to \({\mathcal{P}}{\mathcal{T}}\)-symmetric problems on a wedge-shaped contour (Q2329972) (← links)
• On stable \(\mathcal C\)-symmetries for a class of \(\mathcal P\mathcal T\)-symmetric operators (Q2850449) (← links)
• On interpretation of \(\mathcal P\mathcal T\)-symmetric operators as self-adjoint ones in Krein spaces. (Q2896677) (← links)
• (Q3029857) (← links)
• General aspects of -symmetric and -self-adjoint quantum theory in a Krein space (Q3419369) (← links)
• \(\mathcal{PT}\)-symmetric couplings of dual pairs (Q6494709) (← links)